True or false if these two six$-$bit signed binary numbers, $110100$ and $110100,$ are summed together there will be an overflow.

Group of answer choices

True

False

Flag question: Question $2$

Question $25$ pts

Which gates are missing from the schematic of the $4-$bit adder$/$subtractor$?$

Screen Shot $2018-10-15$ at $10\mathrm{.}37\mathrm{.}39$ AM$.$png

Group of answer choices

XNOR

NOT

XOR

No answer text provided.

Flag question: Question $3$

Question $35$ pts

The decimal number $-22$ is stored in a $6-$bit signed integer format. Show how it is stored in binary. A numerical answer in binary is requested.

Flag question: Question $4$

Question $45$ pts

True or False: If the carry bit into the MSB of the signed binary numbers being added is $1,$ and the carry bit out of the MSB of the signed binary numbers being added is $0$ then there is an overflow.

Group of answer choices

True

False

Flag question: Question $5$

Question $55$ pts

Convert the following decimal number to hexadecimal: $88$

Flag question: Question $6$

Question $65$ pts

Compute the sum of the following pair of $6-$bit unsigned numbers. A numerical answer in binary is requested: $010100+001100$

Flag question: Question $7$

Question $75$ pts

Is the letter $"$H$"$ used as a multiplier in the Hexadecimal number system?

Group of answer choices

True

False

Flag question: Question $8$

Question $85$ pts

Which of the following hexadecimal numbers are equivalent to the decimal number $1302?$

Group of answer choices

A$43$

$461$

J$3$K

$516$

Flag question: Question $9$

Question $95$ pts

How many binary digits $($bits$)$ does a Byte have?

Group of answer choices

$8$

$4$

$32$

$16$

Flag question: Question $10$

Question $105$ pts

Which is the correct $8-$bit binary number corresponding to the decimal number $88?$

Group of answer choices

$01011000$

$1011000$

$10001010$

None of the above.

Flag question: Question $11$

Question $115$ pts

Which of the following statement$($s$)$ are true?

Group of answer choices

It is possible to have overflow when adding binary numbers.

Hexadecimal is based on a base $8$ system

The largest $4-$bit number is $64.$

Unsigned numbers can be negative.

There are $4$ bits in $1$ byte.

Flag question: Question $12$

Question $125$ pts

What is the decimal number $-54$ in signed binary.

Group of answer choices

$111111$

$1101011$

$1000010$

$1001010$

Flag question: Question $13$

Question $135$ pts

The following truth table corresponds to a half adder. Which of the following circuits correspond to the truth table below.

Group of answer choices

C

B

D

A

Flag question: Question $14$

Question $145$ pts

Which of the following truth tables correspond to a full adder with inputs A$,$ B$,$ and Cin.

Group of answer choices

A

D

B

C

Flag question: Question $15$

Question $155$ pts

Somebody was asked to perform an addition of the two $6-$bit signed integers $100111+110111$ by calculating the decimal equivalent of each binary number and indicating if overflow occurs. Unfortunately, the papers got messed up and now the person is struggling to find the matching solution. Can you help by indicating which one of the following answers is the correct one?

Group of answer choices

$-25-9=-34,$ overflow

$-25-7=-32,$ overflow

$-25-9=-34,$ no overflow

$39+55=94,$ no overflow

$25-9=16,$ no overflow

Flag question: Question $16$

Question $165$ pts

Which is the most negative number that can be expressed in a $6-$bit signed binary format?

Group of answer choices

$-32$

$-64$

$-63$

$-31$

Flag question: Question $17$

Question $175$ pts

Which is the correct hexadecimal number corresponding to the binary number $10101011?$

Group of answer choices

AC

None of the above.

AB

BC

Flag question: Question $18$

Question $185$ pts

What is the Unsigned sum of $11($Decimal$)$ and $1101($Binary$)?$ Answer in Unsigned Binary.

Group of answer choices

$11010$

$1112$

$24$

$11000$

Flag question: Question $19$

Question $195$ pts

Convert the following unsigned binary number to decimal number: $10101010$